{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "64448bd9-7802-43aa-b8cd-8265dc474c24",
   "metadata": {},
   "source": [
    "# Superconducting Qubits\n",
    "\n",
    "These examples all cover dynamical simulation of superconducting qubits. These examples use small systems, but note that the GPU will only provide an advantage for systems with total dimension of O(1000). "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e4fd221c-e31e-4082-b2ca-3b9418d050ca",
   "metadata": {},
   "source": [
    "## Cavity QED\n",
    "This example demonstrates a simulation of cavity quantum electrodynamics (interaction between light confined in a reflective cavity and atoms)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "bdf1a7fc-95a6-4814-84c0-f9c83a8d5ed8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'With decay')"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cudaq\n",
    "from cudaq import boson, Schedule, ScipyZvodeIntegrator\n",
    "import numpy as np\n",
    "import cupy as cp\n",
    "import os\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Set the target to our dynamics simulator\n",
    "cudaq.set_target(\"dynamics\")\n",
    "\n",
    "# System dimensions: atom (2-level system) and cavity (10-level system)\n",
    "dimensions = {0: 2, 1: 10}\n",
    "\n",
    "# Alias for commonly used operators\n",
    "# Cavity operators\n",
    "a = boson.annihilate(1)\n",
    "a_dag = boson.create(1)\n",
    "\n",
    "# Atom operators\n",
    "sm = boson.annihilate(0)\n",
    "sm_dag = boson.create(0)\n",
    "\n",
    "# Defining the Hamiltonian for the system: self-energy terms and cavity-atom interaction term.\n",
    "# This is the so-called Jaynes-Cummings model:\n",
    "# https://en.wikipedia.org/wiki/Jaynes%E2%80%93Cummings_model\n",
    "hamiltonian = 2 * np.pi * boson.number(1) + 2 * np.pi * boson.number(\n",
    "    0) + 2 * np.pi * 0.25 * (sm * a_dag + sm_dag * a)\n",
    "\n",
    "# Initial state of the system\n",
    "# Atom in ground state\n",
    "qubit_state = cp.array([[1.0, 0.0], [0.0, 0.0]], dtype=cp.complex128)\n",
    "\n",
    "# Cavity in a state which has 5 photons initially\n",
    "cavity_state = cp.zeros((10, 10), dtype=cp.complex128)\n",
    "cavity_state[5][5] = 1.0\n",
    "rho0 = cudaq.State.from_data(cp.kron(cavity_state, qubit_state))\n",
    "\n",
    "steps = np.linspace(0, 10, 201)\n",
    "schedule = Schedule(steps, [\"time\"])\n",
    "\n",
    "# First, evolve the system without any collapse operators (ideal).\n",
    "evolution_result = cudaq.evolve(hamiltonian,\n",
    "                                dimensions,\n",
    "                                schedule,\n",
    "                                rho0,\n",
    "                                observables=[boson.number(1),\n",
    "                                             boson.number(0)],\n",
    "                                collapse_operators=[],\n",
    "                                store_intermediate_results=cudaq.IntermediateResultSave.EXPECTATION_VALUE,\n",
    "                                integrator=ScipyZvodeIntegrator())\n",
    "\n",
    "# Then, evolve the system with a collapse operator modeling cavity decay (leaking photons)\n",
    "evolution_result_decay = cudaq.evolve(\n",
    "    hamiltonian,\n",
    "    dimensions,\n",
    "    schedule,\n",
    "    rho0,\n",
    "    observables=[boson.number(1), boson.number(0)],\n",
    "    collapse_operators=[np.sqrt(0.1) * a],\n",
    "    store_intermediate_results=cudaq.IntermediateResultSave.EXPECTATION_VALUE,\n",
    "    integrator=ScipyZvodeIntegrator())\n",
    "\n",
    "get_result = lambda idx, res: [\n",
    "    exp_vals[idx].expectation() for exp_vals in res.expectation_values()\n",
    "]\n",
    "ideal_results = [\n",
    "    get_result(0, evolution_result),\n",
    "    get_result(1, evolution_result)\n",
    "]\n",
    "decay_results = [\n",
    "    get_result(0, evolution_result_decay),\n",
    "    get_result(1, evolution_result_decay)\n",
    "]\n",
    "\n",
    "fig = plt.figure(figsize=(18, 6))\n",
    "\n",
    "plt.subplot(1, 2, 1)\n",
    "plt.plot(steps, ideal_results[0])\n",
    "plt.plot(steps, ideal_results[1])\n",
    "plt.ylabel(\"Expectation value\")\n",
    "plt.xlabel(\"Time\")\n",
    "plt.legend((\"Cavity Photon Number\", \"Atom Excitation Probability\"))\n",
    "plt.title(\"No decay\")\n",
    "\n",
    "plt.subplot(1, 2, 2)\n",
    "plt.plot(steps, decay_results[0])\n",
    "plt.plot(steps, decay_results[1])\n",
    "plt.ylabel(\"Expectation value\")\n",
    "plt.xlabel(\"Time\")\n",
    "plt.legend((\"Cavity Photon Number\", \"Atom Excitation Probability\"))\n",
    "plt.title(\"With decay\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "371030f1-8931-4765-95b8-3f7558f946fa",
   "metadata": {},
   "source": [
    "## Cross Resonance\n",
    "\n",
    "This example simulates cross-resonance interactions between superconducting qubits. Cross-resonance interaction is key to implementing two-qubit conditional gates, e.g., the CNOT gate. The example comes from a [simple all-microwave entangling gate for fixed-frequency superconducting qubits](https://journals.aps.org/prl/abstract/10.1103/PhysRevLett.107.080502)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "59af9caf-beca-4169-88d3-409668199148",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7fc0f29528f0>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cudaq\n",
    "from cudaq import spin, Schedule, ScipyZvodeIntegrator\n",
    "import numpy as np\n",
    "import cupy as cp\n",
    "import os\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Set the target to our dynamics simulator\n",
    "cudaq.set_target(\"dynamics\")\n",
    "\n",
    "# Device parameters\n",
    "# Detuning between two qubits\n",
    "delta = 100 * 2 * np.pi\n",
    "# Static coupling between qubits\n",
    "J = 7 * 2 * np.pi\n",
    "# spurious electromagnetic `crosstalk` due to stray electromagnetic coupling in the device circuit and package\n",
    "# see (Physical Review Letters 107, 080502)\n",
    "m_12 = 0.2\n",
    "# Drive strength\n",
    "Omega = 20 * 2 * np.pi\n",
    "\n",
    "# Qubit Hamiltonian (in the rotating frame w.r.t. the target qubit)\n",
    "hamiltonian = delta / 2 * spin.z(0) + J * (\n",
    "    spin.minus(1) * spin.plus(0) +\n",
    "    spin.plus(1) * spin.minus(0)) + Omega * spin.x(0) + m_12 * Omega * spin.x(1)\n",
    "\n",
    "# Dimensions of sub-system\n",
    "dimensions = {0: 2, 1: 2}\n",
    "\n",
    "# Initial state of the system (ground state).\n",
    "rho0 = cudaq.State.from_data(\n",
    "    cp.array([[1.0, 0.0], [0.0, 0.0]], dtype=cp.complex128))\n",
    "\n",
    "# Two initial states: |00> and |10>.\n",
    "# We show the 'conditional' evolution when controlled qubit is in |1> state.\n",
    "psi_00 = cudaq.State.from_data(\n",
    "    cp.array([1.0, 0.0, 0.0, 0.0], dtype=cp.complex128))\n",
    "psi_10 = cudaq.State.from_data(\n",
    "    cp.array([0.0, 1.0, 0.0, 0.0], dtype=cp.complex128))\n",
    "\n",
    "# Schedule of time steps.\n",
    "steps = np.linspace(0.0, 1.0, 1001)\n",
    "schedule = Schedule(steps, [\"time\"])\n",
    "\n",
    "# Run the simulation.\n",
    "# Control bit = 0\n",
    "evolution_result_00 = cudaq.evolve(hamiltonian,\n",
    "                                   dimensions,\n",
    "                                   schedule,\n",
    "                                   psi_00,\n",
    "                                   observables=[\n",
    "                                       spin.x(0),\n",
    "                                       spin.y(0),\n",
    "                                       spin.z(0),\n",
    "                                       spin.x(1),\n",
    "                                       spin.y(1),\n",
    "                                       spin.z(1)\n",
    "                                   ],\n",
    "                                   collapse_operators=[],\n",
    "                                   store_intermediate_results=cudaq.IntermediateResultSave.EXPECTATION_VALUE,\n",
    "                                   integrator=ScipyZvodeIntegrator())\n",
    "\n",
    "# Control bit = 1\n",
    "evolution_result_10 = cudaq.evolve(hamiltonian,\n",
    "                                   dimensions,\n",
    "                                   schedule,\n",
    "                                   psi_10,\n",
    "                                   observables=[\n",
    "                                       spin.x(0),\n",
    "                                       spin.y(0),\n",
    "                                       spin.z(0),\n",
    "                                       spin.x(1),\n",
    "                                       spin.y(1),\n",
    "                                       spin.z(1)\n",
    "                                   ],\n",
    "                                   collapse_operators=[],\n",
    "                                   store_intermediate_results=cudaq.IntermediateResultSave.EXPECTATION_VALUE,\n",
    "                                   integrator=ScipyZvodeIntegrator())\n",
    "\n",
    "get_result = lambda idx, res: [\n",
    "    exp_vals[idx].expectation() for exp_vals in res.expectation_values()\n",
    "]\n",
    "results_00 = [\n",
    "    get_result(0, evolution_result_00),\n",
    "    get_result(1, evolution_result_00),\n",
    "    get_result(2, evolution_result_00),\n",
    "    get_result(3, evolution_result_00),\n",
    "    get_result(4, evolution_result_00),\n",
    "    get_result(5, evolution_result_00)\n",
    "]\n",
    "results_10 = [\n",
    "    get_result(0, evolution_result_10),\n",
    "    get_result(1, evolution_result_10),\n",
    "    get_result(2, evolution_result_10),\n",
    "    get_result(3, evolution_result_10),\n",
    "    get_result(4, evolution_result_10),\n",
    "    get_result(5, evolution_result_10)\n",
    "]\n",
    "\n",
    "# The changes in recession frequencies of the target qubit when control qubit is in |1> state allow us to implement two-qubit conditional gates.\n",
    "fig = plt.figure(figsize=(18, 6))\n",
    "\n",
    "plt.subplot(1, 2, 1)\n",
    "plt.plot(steps, results_00[5])\n",
    "plt.plot(steps, results_10[5])\n",
    "plt.ylabel(r\"$\\langle Z_2\\rangle$\")\n",
    "plt.xlabel(\"Time\")\n",
    "plt.legend((r\"$|\\psi_0\\rangle=|00\\rangle$\", r\"$|\\psi_0\\rangle=|10\\rangle$\"))\n",
    "\n",
    "plt.subplot(1, 2, 2)\n",
    "plt.plot(steps, results_00[4])\n",
    "plt.plot(steps, results_10[4])\n",
    "plt.ylabel(r\"$\\langle Y_2\\rangle$\")\n",
    "plt.xlabel(\"Time\")\n",
    "plt.legend((r\"$|\\psi_0\\rangle=|00\\rangle$\", r\"$|\\psi_0\\rangle=|10\\rangle$\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc31f7a6-0fdc-4f95-a3ed-0cd2fd74fbd9",
   "metadata": {},
   "source": [
    "## Transmon Resonator\n",
    "\n",
    "This example demonstrates a simulation of a superconducting transmon qubit coupled to a resonator (i.e., cavity). Based on refs from \"[Charge-insensitive qubit design derived from the Cooper pair box](https://journals.aps.org/pra/abstract/10.1103/PhysRevA.76.042319)\" and [https://github.com/jrjohansson/qutip-lectures/blob/master/Lecture-10-cQED-dispersive-regime.ipynb](https://github.com/jrjohansson/qutip-lectures/blob/master/Lecture-10-cQED-dispersive-regime.ipynb)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "e328ebc4-209e-439a-9314-e336535a1d63",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Resonator Quadrature')"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cudaq\n",
    "from cudaq import operators, spin, operators, Schedule, ScipyZvodeIntegrator\n",
    "import numpy as np\n",
    "import cupy as cp\n",
    "import os\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Set the target to our dynamics simulator\n",
    "cudaq.set_target(\"dynamics\")\n",
    "\n",
    "# Number of cavity photons\n",
    "N = 20\n",
    "\n",
    "# System dimensions: transmon + cavity\n",
    "dimensions = {0: 2, 1: N}\n",
    "\n",
    "# See III.B of PRA 76, 042319\n",
    "# System parameters\n",
    "# Unit: GHz\n",
    "omega_01 = 3.0 * 2 * np.pi  # transmon qubit frequency\n",
    "omega_r = 2.0 * 2 * np.pi  # resonator frequency\n",
    "# Dispersive shift\n",
    "chi_01 = 0.025 * 2 * np.pi\n",
    "chi_12 = 0.0\n",
    "\n",
    "omega_01_prime = omega_01 + chi_01\n",
    "omega_r_prime = omega_r - chi_12 / 2.0\n",
    "chi = chi_01 - chi_12 / 2.0\n",
    "\n",
    "# System Hamiltonian\n",
    "hamiltonian = 0.5 * omega_01_prime * spin.z(0) + (\n",
    "    omega_r_prime + chi * spin.z(0)) * operators.number(1)\n",
    "\n",
    "# Initial state of the system\n",
    "# Transmon in a superposition state\n",
    "transmon_state = cp.array([1. / np.sqrt(2.), 1. / np.sqrt(2.)],\n",
    "                          dtype=cp.complex128)\n",
    "\n",
    "\n",
    "# Helper to create a coherent state in Fock basis truncated at `num_levels`.\n",
    "# Note: There are a couple of ways of generating a coherent state,\n",
    "# e.g., see https://qutip.readthedocs.io/en/v5.0.3/apidoc/functions.html#qutip.core.states.coherent\n",
    "# or https://en.wikipedia.org/wiki/Coherent_state\n",
    "# Here, in this example, we use a the formula: `|alpha> = D(alpha)|0>`,\n",
    "# i.e., apply the displacement operator on a zero (or vacuum) state to compute the corresponding coherent state.\n",
    "def coherent_state(num_levels, amplitude):\n",
    "    displace_mat = operators.displace(0).to_matrix({0: num_levels},\n",
    "                                                   displacement=amplitude)\n",
    "    # `D(alpha)|0>` is the first column of `D(alpha)` matrix\n",
    "    return cp.array(np.transpose(displace_mat)[0])\n",
    "\n",
    "\n",
    "# Cavity in a coherent state\n",
    "cavity_state = coherent_state(N, 2.0)\n",
    "psi0 = cudaq.State.from_data(cp.kron(transmon_state, cavity_state))\n",
    "\n",
    "steps = np.linspace(0, 250, 1000)\n",
    "schedule = Schedule(steps, [\"time\"])\n",
    "\n",
    "# Evolve the system\n",
    "evolution_result = cudaq.evolve(hamiltonian,\n",
    "                                dimensions,\n",
    "                                schedule,\n",
    "                                psi0,\n",
    "                                observables=[\n",
    "                                    operators.number(1),\n",
    "                                    operators.number(0),\n",
    "                                    operators.position(1),\n",
    "                                    operators.position(0)\n",
    "                                ],\n",
    "                                collapse_operators=[],\n",
    "                                store_intermediate_results=cudaq.IntermediateResultSave.EXPECTATION_VALUE,\n",
    "                                integrator=ScipyZvodeIntegrator())\n",
    "\n",
    "get_result = lambda idx, res: [\n",
    "    exp_vals[idx].expectation() for exp_vals in res.expectation_values()\n",
    "]\n",
    "count_results = [\n",
    "    get_result(0, evolution_result),\n",
    "    get_result(1, evolution_result)\n",
    "]\n",
    "\n",
    "quadrature_results = [\n",
    "    get_result(2, evolution_result),\n",
    "    get_result(3, evolution_result)\n",
    "]\n",
    "\n",
    "fig = plt.figure(figsize=(18, 6))\n",
    "\n",
    "plt.subplot(1, 2, 1)\n",
    "plt.plot(steps, count_results[0])\n",
    "plt.plot(steps, count_results[1])\n",
    "plt.ylabel(\"n\")\n",
    "plt.xlabel(\"Time [ns]\")\n",
    "plt.legend((\"Cavity Photon Number\", \"Transmon Excitation Probability\"))\n",
    "plt.title(\"Excitation Numbers\")\n",
    "\n",
    "plt.subplot(1, 2, 2)\n",
    "plt.plot(steps, quadrature_results[0])\n",
    "plt.ylabel(\"x\")\n",
    "plt.xlabel(\"Time [ns]\")\n",
    "plt.legend((\"cavity\"))\n",
    "plt.title(\"Resonator Quadrature\")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
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